论文标题
关联亚曼叶和梯度周期
Associative submanifolds and gradient cycles
论文作者
论文摘要
我们在绝热极限中讨论了$ g_ {2} $ - 带有K3纤维的歧管中的关联子手机的模型。该模型涉及一个3个manifold的图形，其边缘是局部梯度流线。我们表明，该模型产生了与关联亚策略的已知奇异性形成现象的类似物。
We discuss a model for associative submanifolds in $G_{2}$-manifolds with K3 fibrations, in the adiabatic limit. The model involves graphs in a 3-manifold whose edges are locally gradient flow lines. We show that this model produces analogues of known singularity formation phenomena for associative submanifolds.
